data:image/png;base64,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durationname
duration
length
number of channels
sample rate
samplessamplessoundvar base64, binaryString, len, bytes, i,
arrayBuffer, audioCtx;
if (sound.audioBuffer) {
return;
}
base64 = sound.audio.src.split(',')[1];
binaryString = window.atob(base64);
len = binaryString.length;
bytes = new Uint8Array(len);
for (i = 0; i < len; i += 1) {
bytes[i] = binaryString.charCodeAt(i);
}
arrayBuffer = bytes.buffer;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
audioCtx.decodeAudioData(arrayBuffer, function(buffer) {
sound.audioBuffer = buffer;
});soundreturn !isNil(sound.audioBuffer);soundchoiceswitch (choice) {
case 'sample rate':
return sound.audioBuffer.sampleRate;
case 'duration':
return sound.audioBuffer.duration;
case 'length':
return sound.audioBuffer.length;
case 'number of channels':
return sound.audioBuffer.numberOfChannels;
default:
return sound.audioBuffer;
}play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.
for demo purposes this block also fast-plots the samples on the stage4410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000samplesratevar audioCtx, channels, frameCount, arrayBuffer, i, source;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
channels = (samples.at(1) instanceof List) ? samples.length() : 1;
frameCount = (channels === 1) ? samples.length() : samples.at(1).length();
arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);
if (!arrayBuffer.copyToChannel) {
arrayBuffer.copyToChannel = function (src, channel) {
var buffer = this.getChannelData(channel);
for (i = 0; i < src.length; i += 1) {
buffer[i] = src[i];
}
}
}
if (channels === 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);
} else {
for (i = 0; i < channels; i += 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);
}
}
source = audioCtx.createBufferSource();
source.buffer = arrayBuffer;
source.connect(audioCtx.destination);
source.start();
source.pause = source.stop;
this.parentThatIsA(StageMorph).activeSounds.push(source);generate a list of samples representing a sine wave at the given frequency, duration and sample rate440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=960000.51quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelsca:volum del so
es:volumen del sonido
return typeof meter != 'undefined'return Math.floor(meter.volume * 100);xx
y
z1yawyaw
pitch
roll1xx
y
z111testtestvar leapScript,
done = false;
leapScript = document.createElement('script'),
leapScript.onload = function () {
done = true;
console.log('leap is ready');
};
document.head.appendChild(leapScript);
leapScript.src = 'https://js.leapmotion.com/leap-0.6.4.min.js';
return function () {return done; }window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:ist _ leer?
ca:_ buida?
es:_ vacía?
fr:_ vide?
de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de:wenn _ dann _ sonst _
ca:si _ llavors _ si no _
es:si _ entonces _ sino _
fr:si _ alors _ sinon _
de:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde:für jedes _ von _ _
ca:per cada _ de _ _
es:para cada _ de _ _
fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
de:Zahlen von _ bis _
ca:nombres des de _ a _
es:números de _ a _
fr:nombres de _ à _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
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10707